Đề mẫu luyện thi Phần Lan - Phần 1

>>  Đề mẫu luyện thi du học Phần Lan

Nhiều năm qua, Phần Lan vẫn giữ vững danh hiệu là ngôi sao sáng về hệ thống giáo dục ở khu vực Bắc Âu và cả thế giới. Đông đảo SV quốc tế tìm đến Phần Lan để có thể được tận hưởng môi trường học tập tuyệt vời tại đây. SV Maarja Saar quốc tịch Mỹ, đang học chương trình thạc sỹ tại trường Đại học Helsinki đã chia sẻ: “ Khi tôi mới đến Phần Lan hai năm về trước, tôi và các bạn của tôi lúc đó đã nắm bắt những ưu đãi mà việc học tập tại Phần Lan đem đến cho chúng tôi. Đất nước này đã cho tôi thấy thế nào là bình đẳng, là một khái niệm mà ngày nay chỉ tồn tại ở một số ít quốc gia. Chúng tôi đã có cuộc sống thoải mái ở đây để có thể chuyên tâm học tập, trường sắp xếp cho chúng tôi về vấn đề nhà ở, phương tiện giao thông ở đây rất tiện lợi, SV luôn được ưu đãi khi sử dụng các dịch vụ công cộng kể cả giải trí. Đối với những SV chăm chỉ muốn tìm cho mình một công việc làm thêm phù hợp thì nơi đây sẵn có những cơ hội hấp dẫn.” Để trở thành SV tại Phần Lan năm 2015, các bạn SV quan tâm cần phải nhanh chóng bắt đầu tìm hiểu về những yêu cầu và mốc thời gian quan trọng trong việc nộp hồ sơ Du học Phần Lan.

Khóa mùa thu năm 2015, nộp hồ sơ trước ngày 15/01/2015

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ĐĂNG KÝ NHẬN THÔNG TIN

Tham khảo thêm bào viết Du học Phần Lan 2015 – Chuẩn bị gì cho kỳ thi tuyển mới?

Luyện thi du học Phần Lan không phải là khoảng thời gian để bạn học lại những điều căn bản, như thế là quá muộn để có thể bắt đầu đạt đến ước mơ. Ngay từ đầu, những kiến thức căn bản của các môn học chính ở phổ thông bạn phải nắm vững. Lớp luyện thi là lớp luyện – để – thi chứ không phải luyện lại các kiến thức sơ đẳng nhất cho bạn.

Lớp luyện thi Phần Lan tại INEC 2014

Dưới đây là đề mẫu luyện thi du học Phần Lan vào các trường Đại học tại Phần Lan :

1. If Lynn can type a page in p minutes, what piece of the page can she do in 5 minutes?

A. 5/p
B. p - 5
C. p + 5
D. p/5
E. 1- p + 5

2. If Sally can paint a house in 4 hours, and John can paint the same house in 6 hour, how long will it take for both of them to paint the house together?

A. 2 hours and 24 minutes
B. 3 hours and 12 minutes
C. 3 hours and 44 minutes
D. 4 hours and 10 minutes
E. 4 hours and 33 minutes

3. Employees of a discount appliance store receive an additional 20% off of the lowest price on an item. If an employee purchases a dishwasher during a 15% off sale, how much will he pay if the dishwasher originally cost $450?

A. $280.90
B. $287
C. $292.50
D. $306
E. $333.89

4. The sales price of a car is $12,590, which is 20% off the original price. What is the original price?

A. $14,310.40
B. $14,990.90
C. $15,290.70
D. $15,737.50
E. $16,935.80

5. Solve the following equation for A : 2A/3 = 8 + 4A

A. -2.4
B. 2.4
C. 1.3
D. -1.3
E. 0

6. If Leah is 6 years older than Sue, and John is 5 years older than Leah, and the total of their ages is 41. Then how old is Sue?

A. 8
B. 10
C. 14
D. 19
E. 21

7. Alfred wants to invest $4,000 at 6% simple interest rate for 5 years. How much interest will he receive?

A. $240
B. $480
C. $720
D. $960
E. $1,200

8. Jim is able to sell a hand-carved statue for $670 which was a 35% profit over his cost. How much did the statue originally cost him?

A. $496.30
B. $512.40
C. $555.40
D. $574.90
E. $588.20

9. The city council has decided to add a 0.3% tax on motel and hotel rooms. If a traveler spends the night in a motel room that costs $55 before taxes, how much will the city receive in taxes from him?

A. 10 cents
B. 11 cents
C. 15 cents
D. 17 cents
E. 21 cents

10. A student receives his grade report from a local community college, but the GPA is smudged. He took the following classes: a 2 hour credit art, a 3 hour credit history, a 4 hour credit science course, a 3 hour credit mathematics course, and a 1 hour science lab. He received a "B" in the art class, an "A" in the history class, a "C" in the science class, a "B" in the mathematics class, and an "A" in the science lab. What was his GPA if the letter grades are based on a 4 point scale? (A=4, B=3, C=2, D=1, F=0)

A. 2.7
B. 2.8
C. 3.0
D. 3.1
E. 3.2

11. Simon arrived at work at 8:15 A.M. and left work at 10: 30 P.M. If Simon gets paid by the hour at a rate of $10 and time and ½ for any hours worked over 8 in a day. How much did Simon get paid?

A. $120.25
B. $160.75
C. $173.75
D. $180
E. $182.50

12. Grace has 16 jellybeans in her pocket. She has 8 red ones, 4 green ones, and 4 blue ones. What is the minimum number of jellybeans she must take out of her pocket to ensure that she has one of each color?

A. 4
B. 8
C. 12
D. 13
E. 16

13. If r = 5 z then 15 z = 3 y, then r =

A. y
B. 2 y
C. 5 y
D. 10 y
E. 15 y

14. If 300 jellybeans cost you x dollars. How many jellybeans can you purchase for 50 cents at the same rate?

A. 150/x
B. 150x
C. 6x
D. 1500/x
E. 600x

15. Lee worked 22 hours this week and made $132. If she works 15 hours next week at the same pay rate, how much will she make?

A. $57
B. $90
C. $104
D. $112
E. $122

16. If 8x + 5x + 2x + 4x = 114, the 5x + 3 =

A. 12
B. 25
C. 33
D. 47
E. 86

17. You need to purchase a textbook for nursing school. The book cost $80.00, and the sales tax where you are purchasing the book is 8.25%. You have $100. How much change will you receive back?

A. $5.20
B. $7.35
C. $13.40
D. $19.95
E. $21.25

18. You purchase a car making a down payment of $3,000 and 6 monthly payments of $225. How much have you paid so far for the car?

A. $3225
B. $4350
C. $5375
D. $6550
E. $6398

19. Your supervisor instructs you to purchase 240 pens and 6 staplers for the nurse's station. Pens are purchased in sets of 6 for $2.35 per pack. Staplers are sold in sets of 2 for 12.95. How much will purchasing these products cost?

A. $132.85
B. $145.75
C. $162.90
D. $225.25
E. $226.75

20. If y = 3, then y³(y³-y)=

A. 300
B. 459
C. 648
D. 999
E. 1099

Answers & Explanations

1. A: The following proportion may be written: 1/p=x/5. Solving for the variable, x, gives xp = 5, where x=5/p. So, Lynn can type 5/p pages, in 5 minutes.

2. A: Sally can paint 1/4 of the house in 1 hour. John can paint 1/6 of the same house in 1 hour. In order to determine how long it will take them to paint the house, when working together, the following equation may be written: 1/4 x+1/6 x=1. Solving for x gives 5/12 x=1, where x = 2.4 hours, or 2 hours, 24 minutes.

3. D: Sale Price = $450 - 0.15($450) = $382.50, Employee Price = $382.50 - 0.2($382.50) = $306

4. D: $12,590 = Original Price - 0.2(Original Price) = 0.8(Original Price), Original Price = $12,590/0.8 = $15,737.50

5. A: In order to solve for A, both sides of the equation may first be multiplied by 3. This is written as 3(^2A/3)=3(8+4A) or 2A=24+12A. Subtraction of 12A from both sides of the equation gives -10A=24. Division by -10 gives A = -2.4.

6. A: Three equations may initially be written to represent the given information. Since the sum of the three ages is 41, we may write, l + s + j = 41, where l represents Leah's age, s represents Sue's age, and j represents John's age. We also know that Leah is 6 years older than Sue, so we may write the equation, l = s + 6. Since John is 5 years older than Leah, we may also write the equation, j = l + 5. The expression for l, or s + 6, may be substituted into the equation, j = l + 5, giving j = s + 6 + 5, or j = s + 11. Now, the expressions for l and j may be substituted into the equation, representing the sum of their ages. Doing so gives: s + 6 + s + s + 11 = 41, or 3s = 24, where s = 8. Thus, Sue is 8 years old.

7. E: Simple interest is represented by the formula, I = Prt, where P represents the principal amount, r represents the interest rate, and t represents the time. Substituting $4,000 for P, 0.06 for r, and 5 for t gives I = (4000)(0.06)(5), or I = 1,200. So, he will receive $1,200 in interest.

8. A: $670 = Cost + 0.35(Cost) = 1.35(Cost), Cost = $670/1.35 = $496.30

9. D: The amount of taxes is equal to $55*0.003, or $0.165. Rounding to the nearest cent gives 17 cents.

10. C: The GPA may be calculated by writing the expression, ((3*2)+(4*3)+(2*4)+(3*3)+(4*1))/13, which equals 3, or 3.0.

11. C: From 8:15 A.M. to 4:15 P.M., he gets paid $10 per hour, with the total amount paid represented by the equation, $10*8=$80. From 4:15 P.M. to 10:30 P.M., he gets paid $15 per hour, with the total amount paid represented by the equation, $15*6.25=$93.75. The sum of $80 and $93.75 is $173.75, so he was paid $173.75 for 14.25 hours of work.

12. D: If she removes 13 jellybeans from her pocket, she will have 3 jellybeans left, with each color represented. If she removes only 12 jellybeans, green or blue may not be represented.

13. A: The value of z may be determined by dividing both sides of the equation, r=5z, by 5. Doing so gives r/5=z. Substituting r/5 for the variable, z, in the equation, 15z=3y, gives 15(r/5)=3y. Solving for y gives r = y.

14. A: 50 cents is half of one dollar, thus the ratio is written as half of 300, or 150, to x. The equation representing this situation is 300/x*1/2=150/x.

15. B: The following proportion may be used to determine how much Lee will make next week: 22/132=15/x. Solving for x gives x = 90. Thus, she will make $90 next week, if she works 15 hours.

16. C: The given equation should be solved for x. Doing so gives x = 6. Substituting the x-value of 6 into the expression, 5x + 3, gives 5(6) + 3, or 33.

17. C: The amount you will pay for the book may be represented by the expression, 80+(80*0.0825). Thus, you will pay $86.60 for the book. The change you will receive is equal to the difference of $100 and $86.60, or $13.40.

18. B: The amount you have paid for the car may be written as $3,000 + 6($225), which equals $4,350.

19. A: You will need 40 packs of pens and 3 sets of staplers. Thus, the total cost may be represented by the expression, 40(2.35) + 3(12.95). The total cost is $132.85.

20. C: Substituting 3 for y gives 3³ (3³-3), which equals 27(27 - 3), or 27(24). Thus, the expression equals 648.

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